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Old 06-05-2009   #7 (permalink)
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Re: The Dominium Model: Part 2

Move 14

The subject of fusion (or antifusion for that matter) brings up a very interesting quandary that implies Dominium implications.

Acceleration Syllogism
Premise: Stars in our galaxy produce antimatter positions as a byproduct
This premise is so well accepted by the scientific community that it is accepted as fact (even though direct observation of this natural process has never been conducted.) For every helium atom that is constructed out of four hydrogens, two positrons are also being produced. Because of the rate of fusion occurring within our Sun, literally tons of positrons are being created every second.

Central premise: Positrons produced within a matter-based Sun, being antimatter, will be instantly gravitational repulsed by the solar material that just generated it.

Geometric premise: Except for the rare case of positrons created at the exact gravitational center, ALL positrons produced will possess asymmetric gravitational repulsion vectors that would point away from the exact center of the star.

*Therefore, they will be accelerated away from the center of the star and towards the surface.


The preceding deductive syllogism is absolutely categorical.

Now, let’s proceed forward probabilistically to predict the most likely subsequent chain of events. As they come into existence and begin heading towards the solar surface, some of these positrons will collide with solar matter and annihilate. Though this conclusion will be true for some of the positrons, it does not necessarily follow that All of the positrons will collide with solar matter. In Moves 2-8, it was established that antimatter and matter self-assemble and reached conditions of immiscibility very early on within the Big Bang fireball. Because this process necessarily occurred very early on, it follows that a chaotic system/mixture of matter and antimatter will self-assemble to achieve a degree of primary stability. Because this appears to have held true for the Big Bang, one would expect it to also hold true inside a star, which near the core, would be a system of chaotically mixed matter and antimatter.

Immiscibility Syllogism
Premise: Self-assemblage of matter apart from antimatter is a primary driver of a system at absolute chaos.

*Therefore, at some finite distance away from the point of creation within the star, the chaotic mix of matter and antimatter will satisfy its primary driver to stability—gravitational sorting through self-assembly and the establishment of immiscible boundaries.

Hence, one would expect that conditions could be met where positrons within the Sun would self-assemble into micellular positron packets (MPP) that are being accelerated via gravitational repulsion upward toward the solar surface. In many ways the MPP would behave very similar to schooling fish: loosely connected, reacting, and veering to similar stimulus. Also similar to fish schooling, the fact that they are traveling in a school increases the survivability of all members at the expense of a few. This conclusion is from the simple fact that before conditions of immiscibility have been met, some of the positrons on the outer boundaries of the MPP will be expected to collide with and be annihilated by solar material. However, the sacrifice of these outer few, increases the odds of those within the core of the MPP to reach the threshold of immiscibility. As the MPP travel upward through the heliosphere, they would be expected to be encountering conditions that are increasingly more conducive to the establishment of immiscibility. Therefore, if the MPP do reach conditions where immiscibility is established, most likely immiscibility would be permanent. Because it has already been established that immiscibility was established very early on during the Big Bang, therefore it is quite possible that the minimum requirements to attain immiscible conditions could be met in beneath the corona.


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